Mathematics
Grade-2
Easy
Question
How many red boxes were sold on Friday?
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)
- 10
- 3
- 5
- 8
Hint:
In this question just look on the row of Friday and count the number of boxes . That is the box who are sold .
The correct answer is: 8
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)
Here we have to find the number of red boxes were sold on Friday.
Firstly, In fig.., we given by each days and also the number of red boxes sold,
On Friday , see on table then,
Count the total number of boxes,
Therefore, the total number of red boxes were sold on Friday is 8..
The correct answer is 8 (option (d)).
In this question , We have given by table we just find out the given day and count the number of boxes in the row.